| Product Number | 4H01-1-33 |
| Purity | 95 % |
| CAS | 580-20-1 |
| MDL Number | MFCD00016730 |
| Molecular Formula | C9H7NO |
| Molecular Weight | 145.161 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
![10-Hydroxybenzo[h]quinoline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABuyAAAbsgEePuxFAAACLXpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvzz5ABTTixuzmkkt275LbveTeXSpUl0TaDeDTt78psCrqQkSmzPx/rcxM6+zhkG9gp4sysyYmgnIC2iQ2zcw6Jn/evo8i8jCfJShCoSlj8l5VH1PG9vs9Td51rg7W0MTmpIlPD2XW0ex9aos18zgX7O/L82vNjDJTVsokGqkym5a189kmqqp/xRdLsFwVu8ywRs7yYtfM9s/j7uL0UKbk/C6PGFsgCqtso2Fli1xVsPM4xYt/g7U2ulCVTmF5RLdPJb77fPbyZJNtrk2FQzdDlqjNa1VsE3TkdqOTLU6Ggx9PMckFAqqy+aIo1BHcyLmVAOWB8kFJUGNQAagQVARqAkpw/GJcoECgQqBEjDHnG+0WfTt+6Jj8gse7n5/ujinzYhLQKJQhBFRwNJKOAzQ+DSfnpzbWKiMqBZoJFREawWnoOSuonFw8t+FW3KAEjrjgSGLeQgkjD51+eLaCjiXnMHJ5DfyTFVR4KG/NdfREfTVbYzG97JTf+WxpTXoxhCyNyVKQOvG/9ar02twTsEWqC2xnN4GTXgJeF3CVOgGLe4DfBVxd+wHZBVwX9APjLuB6ph8IuoDrsH4g7AKuH/uBqAu47u0HJl2g7vV+wsU7pav3xgBzXe56Lw0wVxVv9t4Ac1X0Zq8OMPI2BUPIVeU/j4NeJrhp4EEkvOmX+wi72GLs87jD4c1RyC7OSYb/DvP/9dfVEtjyZaAAAELzSURBVHhe7d0HtBXVvcfxxKjYC1ZiRZ5d44u9oVhi4tPwRIldFtYFiI3YYsmzhMQnoC6xBAsShGiCiBqxoMaGxoKFqA81llhQTEQFUUSi8/gdsvfdZ9/LvWf+M6d/P2vNer7MZtC99/z/c2Z2+U4CAIDBd+L/AQCAUpBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBDXlvvvuS/r165eMGDEiGTVqFMeCQ3WhOlHdALWEBIKa8e677ybf/e53k+985zscbRyqG9URUCtIIKgZffv2bRU0OYoP1RFQK0ggqAnPPfdcsthiixWC5Pe+971k4MCByQUXXMCx4FBdqE5UN6oj1RVQC0ggqAm77rqrf8o+9dRT49NNT3Xi6kd1BdQCEgiq7tZbb/XBcbXVVks+/fTTuEjTU52oblw9qc6AaiOBoKq++OKLZN111/WB8be//W1cBP+munH1pDpT3QHVRAJBVekdvwuKW221VfKvf/0rLoJ/U92ojlx9qe6AaiKBoGo0JHWZZZbxAfHhhx+OiyCiOnL1pbpjWC+qiQSCqjn00EN9MDzooIPi01gE1ZWrN9UhUC0kEFTF5MmT/aTBpZZaKnn77bfjIlgE1ZXqTHWnOlRdAtVAAkHFffPNN8k222zjn6LPPffcuAg6oDpz9ae6VJ0ClUYCQcXdeOONPvittdZayZw5c+Ii6IDqTHXn6lF1ClQaCQQVNXv27GSNNdbwgW/06NFxEZRIdefqUXWqugUqiQSCijrjjDN80Ntxxx2Tb7/9Ni6CEqnuVIeuPlW3QCWRQFAxf/vb35JOnToVgp3WdHr66afjIhXz+eefF9aUuuWWWwrfE3r37p306NGjcKy//vqFY+211/b/7M6p3DnnnJP8/ve/T6ZMmZLMmjUrvnRFqQ7dGmKqW9UxUCkkEFRMz549/dNynz594tNlpUB/xx13FBYm3HTTTf2/Rx7HxhtvnPTv3z8ZN25cMnPmzPivLjvVpft3UR0DlUICQUVMmjTJB7nlllsumT59elwkd5988klyzTXXJLvssot/Sq/Ese222yZDhw5NPvzww/hfqSxUl6pT9/erroFKIIGg7ObPn59svvnmPsANHjw4LpIbfReYOHFicvDBB/u5Em0dej213377Jaeddlpy7bXXJo8++mhhfoUO/fuGtISIO/fYY48V1qQaNGhQsv/++yfrrbdeq2u7Y/HFF0/23XffwmuyefPmFV0zb6pT9/eqruP/BqAcSCAouyuvvNIHt65duyZfffVVXCQzJY4//vGPyZZbbtkqkOtYZZVVCklF28Pm/Z1AiUXDaI844oikS5curf5uHeuss04yfPjwZO7cufEfz4XqVHXr/j7VOVBuJBCU1ccff5x07tzZB7bx48fHRTJR4tAH7c0226xV0NYvECUN/SKp5CKNjzzySHL00Ucnyy+/fKt/Jw23HTJkSFlW0lXdur9Hda66B8qJBIKyOvHEE31Q22OPPeLTmbzyyitFG1G5Q0/iV111VeEbSDV9+eWXydixY5Ott9661b+jRnbdeeed8R/JTHXs/g7VPVBOJBCUzUsvvVT4DqBgpi1Zp06dGhcx0WsgDaVdcskli4Jyt27dCq+Svv766/iPVJ1+Be28886tEslPf/rTwiuwvKiO3fa3qnu1AVAuJBCUzV577eUDpYa55uHFF19MNtxww6IgrO8bN9xwQ118OH7wwQeTLbbYoujfX8uy57mRluraXVttAJQLCQRlMWHCBB/EVl555eSf//xnXCQ1/bpYeumli4Jv37596+5dvxKdvoOEQ291aGn2PJYjUV2rzt111RZAOZBAkDuNCNLrJBfArrjiirhIKnpldcwxxxQFW31D0Mfqevbee+8VXmGF/136dfXCCy/ERVNTnbtrqi3KMfINIIEgd5dccokPXpr1neXV0meffZZ07969KMhq/ka1P5Dn6bLLLkuWWGIJ/9+37LLLJvfcc09cLBXVeTjjXm0C5I0Eglxp9nU4fPW+++6Li5TsH//4R9EIJn0c1oS5RlyAUWta6VeV+29VQrn55pvjYqmo7t311CaVmhmP5kECQa70TcIFLc3UttLrnU022cRfS98+7r777rhYQ9E6Wlp2xf03a7fBYcOGxcVSURu466ltgDyRQJCbZ555xq85pSG2r732WlykJPoIHI60WmGFFQpLiDQDzR2Jv4tkSSJqAzfcWW2jNgLyQgJBLvRaKZzn8POf/zwuUhIF0J122slfZ7XVVissm95MNGteM9nDXyJZXmepLdy11EaN+AoQ1UECQS4049oFqdVXX73w8Tst7et9wAEH+OvovX0eI5LqVZhE9E3E+mFdbaE2cddSWwF5IIEgM63rpNVtXYC6/vrr4yIlCZ+UFTDvv//+uEhT0S+R8HWWRmdpIqWF2sRdR21VjrW40HxIIMjs/PPP98Hphz/8YeGXRFp6utarGnedm266KS7SlPRKL/ywvtFGG5kmG6pN1DbuOmozICsSCDL5+9//7meHKwFYPnZreGn4iuX000+PizQ1zXkJh/hqxrqF2sYlabWZ2g7IggSCTLRcugts+ue09EF3n3328dfQbn7l3nypHmmeSLh4pHXtrKztBYRIIDDTLn5Zn2jDd/P6aJ73Zk+N5PLLL/d1pQUYLav4xr8Y1YaAFQkEJvE79V/+8pdxkQ59+umnhWG67hojR46MiyASflTXP1uordw1rN+sACGBwOS6667zQUjbtVpG9Zx88sn+GlrvCh3TDP1wFV/LplRqK7WZu4baErAggSC1POYVxJtNNfN8j7SGDh3q614f1y3JO495OwAJBKnlMbP5wAMP9Nfo169ffBrt0Eq7W265pa8/7S2SVl4rB6C5kUCQSry20rPPPhsX6ZCu4dbM0uS4PDabajba2dAF/zXXXLMwXyQttV0ea5eheZFAkIr24nCBS0ttWBx33HH+Gqeeemp8GiUKf0EMHz48Pl2ScLkUtS2QBgkEJbv33nt9sLHuL/HBBx8knTp1KlxDy5W88847cRGUSLP3XXvoo/jXX38dF+lQvH+L2hgoFQkEJVFwymOHuwsvvNBfo0+fPvFppLTNNtv4+rzlllvi0yWJd5C0JCI0JxIIShLvsW2dLb7xxhv761i+n6DYmDFjfH3uu+++8emSqC3z3MMezYMEgg7pI/fKK6/sA8wdd9wRFymJ9vVw11AiQXYawqsNt1SnGhZtea0oalPXNmprBjagFCQQdEjDbF1w2XvvvePTJRs0aJC/jl5lIR/HHHOMr1fNEbFS27rrMLQapSCBoF1Tp04tTPRzT7gvv/xyXKRkbs8QrcH0+uuvx6dh9Mgjj/jAr28iVmrbcHKn2h5oDwkE7erRo4cPTieeeGJ8umSaY+Cus9VWW8WnkYEmBXbp0qVQt5rXkeX1k9rYtZPaHmgPCQSLdNttt/lg0rlz52TmzJlxkZKFa2edcsop8WlkdMQRR/j6HTduXHy6ZGpjtbW7lvoAsCgkELRp7ty5SdeuXX0gsU5Ucw4//HB/rQkTJsSnkdGNN97o67d///7x6VTU1u5a6gPqC0BbSCBo0+DBg30Q2XzzzQvrL2Wx1lprFa6lVywff/xxfBoZaW8Q115ZR7iprdXm7nrqC0BbSCBoZfr06UVLhk+aNCkuksqMGTOKkhHKw217q0EKs2bNik+nojZ3baa+oD4BxEggaOWoo47ywaNnz57x6dS0F7e7Xu/evePTyEm4TlkekzTV9u566hNAjASCIk899ZTfplZrVuWxxWz4fv6cc86JTyMn4Tybm2++OT6dmtrerVumPqG+AYRIIPA0HHSHHXbwQejMM8+Mi5icddZZ/po33XRTfBo5CUe6nXfeefFpE/UBd031DcveL2hcJBB4o0eP9sFCe0zMnj07LmJy0EEH+es+8cQT8Wnk5NFHH/X1fPDBB8enTdQH1BfcddVHAIcEgoLPP//cj5TSMXLkyLiI2R577OGv++abb8ankRPN7nf1vNdee8WnzdQX3HXVR9RXACGBoEDfJlyQ0HIY33zzTVzEbLvttvPX/uijj+LTyIkWUnT1vP3228enzdQXwmXj+Y4Fp+kSyF/+8pfCcg033HBDMmrUKI4Fx29+8xu/3pU+lk6ePDmutkw22WQTH3wsW6+iNHPmzPH1rH098qQ+4QZXqK+oz8T9qFkPxRLFFMWWZtNUCURj2d0e0BxtH7169YqrLTO3iKICD8rLPQiozvOmvhH3F46WQ7Gl2ebLNFUCOf7441s1OkfxceSRR8bVltkqq6xSuLYmpKG83ARQ1Xne1Dfi/sJRfCjGNJOmSSB//etf/dOZnhQGDBiQXHDBBRwLDu0n4V5PaDnvl156Ka6+TPgFUjnl+gWiPuGWeldfUZ+J+1GzHool7s2G6l+xplk0TQIJRwJlWZa8UeW1aVRb+AZSGeX8BsJmU+0Ll8FXrGkWTZFAxo8f7xtXS1WzmF9reW1b2xZGYVVGOApLk/7ywna3HVNMCZfBV8xpBg2fQL766qtkgw028A175ZVXxkXwb1dccYWvp27duiXz5s2Li5gwD6QyyjEPRH1AfcFdV30EbVNscfWkmKPY0+gaPoH8+te/9o262WabZV6WvJF9/fXXhVcfrr4uueSSuIhJOBM97yHCaBFubXvIIYfEp03UB9w11TfUR9A2xRbFGFdfij2NrqETSN7LkjeDe++919fX8ssvX3gtktXZZ5/tr5nnDHcUGzFihK/n888/Pz6dmtpefcBdU30D7Wu2ZfAbOoH06dPHN2Yey5I3i3BZ8KOPPjo+nVq4FMYvfvGL+DRyctppp/l6HjNmTHw6NbW9u576BEoTLoOvGNTIGjaBPP30035o3ZJLLpnLsuTN4rXXXivUmepOdZh1bwm9tnI3lF5noTz23XdfX89TpkyJT6eiNg/vH/UJlEaxJrx/FIsaVUMmEC05veOOO/qb6YwzzoiLoAM///nPff3tvPPOmZbx1sgrd628h5eixTrrrFOoY83TyLLgodpabe7aTH0B6SjmuPpTLMpy/9Syhkwg2kzHNd4aa6yReXvPZvTZZ58lq6++uq/HsWPHxkVSWXfddX1wYyhv/vTU69pKH3KzUFu7a6kPqC8gHcUcxR5Xj3ls8FWLGi6BaDJVuCy5dsODTbhBkWY2f/HFF3GRkoXfo/74xz/Gp5HRb3/7W1+/J510Uny6ZGpjt3KADvUB2IQ7cSomKTY1moZLIOeee65vtLyXJW82qrsf/vCHvj5/+ctfxkVKFn5I19IPyJc2kHL1m2USqNrYXUdtz/1jFy+Dr9jUaBoqgbz99tvJUkstVWgsvSp5/PHH4yIVo3fQzz33XHLLLbcUOk7v3r2THj16FI7111+/cOhJz/2zO6dy2m/h97//feFDaLVfv2mXO7dO1tJLL538/e9/j4uURBMI3Y2kpU2Qn3/961/JqquuWqhbrcX06aefxkVKorZVG7v7R21fTer7ugd0L+ieSHMP6Z7Tvad7MMv3oKwUg9z9o9ikGNVIGiqBqOO4IHXooYfGp8tKnV1PfgMHDiyajJfHsfHGGyf9+/dPxo0bl8ycOTP+q8sufLrNslVqOKN56tSp8WkY3XPPPb5e9fHbKq92tlLfVh9XX1efj++DLIfuSd2bukcr/VCmWOT+PRSjGknDJJCHH37YN9IyyyyTvPvuu3GR3H3yySfJNddck+yyyy4V3Wdk2223TYYOHZrLJL9SxE+mjz32WFykJOHrRUbG5ScM/OqPFmrTPH5ppqU+rL6sPh3383Iduld1z6qudA+Xm2KRYpL7+xWrGkVDJBC9a9xqq618A2mJ5XLRcLyJEycWblr3uqytQz+tNflKk7uuvfbawusA/XzVES+nolcQ7pxuZH0QHTRoULL//vsn6623Xqtru0PLa2vsv36q57Vu1aJoZrP7e63vxqdNm1ZUP5ZroJgCoOuH+r+WgBh/68pjFnt71FfVZ9V33RLxbR3q+7oHdC/ontC94e4T3TMh3VPunO413XO693QPhoMC4kN1pntZ93Q5h9oqJrm/U7GqUfp+QySQcASKhotmGS20KOpcGj205ZZbtuqEOrSBjzqilpPIe9KibgqN6DjiiCOSLl26tPq7dWgOwPDhw5O5c+fGfzwX8eic66+/Pi5SkvCj4oMPPhifRkpXXXWVr0/raye1pbtG1tF27VHfVB9181XiQ31bfVx9XX0+T7ondW+qjtwGZ/Ghe1v3eDkSierUDWXXoZjVCOo+geiD4WqrreYbRk82eVJn0ke8cJE0d4RPL/ETUTlp0TwtMxGuU+QOjT0fMmRIWYJAHvMDwhV/9QQKOy1s2LVrV1+f+haSVt7zfdqivqg+Gc6LcIf6sPqy+nSl6F5t7y2C7nXd83knEsUm93coZlkHO9SSuk8g4fo/u+66a3w6k1deeaVwzbiD6abVk5/ldUGetDmTbvitt9661b+jRqXceeed8R/JJI8ZyvqAudJKKxX+vN65P//883ERlCicZ6CnZ0vAy3PFgbaoD6ovxv1TfVZ9t9objOke1r0cJmJ36N5XDMhTGE8Uu+pdXScQvVNfYoklCo2hD2MaspcH/dTWsEG3no07NIpIN20tLmmtJ6owuLvjpz/9aa6vA/JYI0l16/79rK9dmp3e+Yej2iyTM/Ne8yykPqe+F/dH9VH11Vqje1r3dlinro+rv+b1algxyt0/il2KYfWsrhNIuHjcscceG582efHFF5MNN9ywqBPpnekNN9zQ6uN3LdJ3hS222KLo318jQPJ859q3b19/bcsqrVrKxI1K0byFvJ/ymoH6o2sDvXKxfJQNV11Wm+ZFfS0cdaRDfbIevnnpHlfdxt9JFBMUG/KgWOWuW++vces2gegpxjXCCiuskMyYMSMukpqeQNxw1fDGqrctcHUT6J1zuBeKDo1Hnz17dlw8tXifiPvuuy8u0iEtt+H+/J577hmfRju0paybOKjD8t1Pbeb+fF77vqhvhXMedKgPqi/Ww8NXSPd8+KCkQ7Ehj6WRFKsUs9x1a/EXWanqMoHo52Y40ejSSy+Ni6Sin6fHHHNMUWfRe9tKftgrh/fee6/VawQ9Sb3wwgtx0dSy7lT3j3/8o2gPaUsQbFZhYNM79bTfLcqx86T6VPzLXX1PfbCeKQbE33AUK7K+0lLMctdTLEt7/9SKukwgl112ma98ddoscyA0CqV79+5FHUQ/7av9gTxPqi/3rUjHsssuaxqxE9J+z1n3ytZELvfntdhcNZecqBeahOYm/On9vOX1XzgSTm2Yde9u9SX1KXdN9TX1uUahWBC+7tOhmGEZhegoZoUJt17rq+4SiJ5c3SgeHXfddVdcpGS6VjiCSe/jBw8enPqJrh5oU5vwSUo3edYlpidMmOCvt/LKKxderaQRLzaX13esRqVAFrahPu6mpTZSW7lrqA2zUB8KH07079eIGygpJig2KEa4/1bFDsUQK8Uudy3FtCzXqpa6SyAnnHCCr/R99tknPl0y/bTWon7uWnq/effdd8fFGorWGtISDu6/WU+yw4YNi4ulstdee/nr9evXLz7dIQWb8KYsxzyERqAAFj4F6+nVMgRWbeSuobbLQn3H/RrSob5VjbXaKkkxIvxOqhiS5TWdYpi7lmJbvamrBKL3rC7YaAkEy8930VNY+PNRH7Ss6zvVGwWd+LtIliTy0ksv+eUo1DaWRRIvuugi/++iD7qvv/56XKTp6enX1ZECmGVEkNomvH/UdlbqM2EfUp+yJLR6pFgRfgRXLEn769tRDAvvnzy+T1ZSXSWQ3Xff3TeaddMcdfKddtrJX0czQrPuH11vNBNXs39dHegpMsvrrBNPPNFfa4899ohPd0ivssJfMlorKI/RYo1Co3TCX2nWkUBqG3cNtZmV+kr4y0N9qZIrMdQCxYxwBQzFFGsCDUckKsbVk7pJIJoo5SpZY7QtH7kVqA444AB/HT3t1lvGz1OYRPQe2/phXUMewxFV48ePj4t0SMNI11xzTX8NJZQsgyMahRYGDF+ZaASQhdrEXUNtZR2arj4SfvNQH2pWih3hcHbFFst8HMWycN6JZVJotdRFAtGQufDj4dVXXx0XKUm4bINugvvvvz8u0lT01Bi+ztJIGsurEbnyyiv9dbQshGVkj14NhGsTHXLIIaYbslFo1nL4qkQjfyzDR9UW4VIdaisL9Y1wtJX6TrP98ogphoQJ1bK8jyimuWso1lnauRrqIoFcfPHFvnK15o+l0+rJKfzZfdNNN8VFmpJ+docf1jfaaCPT6yNNFNt88839dfTO3uL2228vel2jD4vNmET0dBu+ItGIH+uw0fD7idrIMqlPfUJ9w11Hfcb6yqbRKJa4elGMsfySV0wLV/pWzKsHNZ9A3n///aKnHstyCHo9Eq44evrpp8dFmlo8PNS6m+OkSZP8NTQDefr06XGRkmjZbXcdHVovq5leZ+mpNnw1oolm1iGeaoNwRQK1kUU4w1x9xfIKuZEpprj6UayxzOxXbHPXUMxT7Kt1NZ9AtD+Aq1S9Y0xLwx/DoXLa+ayZglGpNJw2XDzSunZWz549/TX69OkTny5ZONNdh5Y7sfwyqjd6mg1fiWiET5bdNdUG7lpqG4twvx31kUac55GVYkq4q6JijmU+WfiNVrGv1tV0AnnyySf9a6dOnTolb775ZlykQ+FmOXqqy3uzp0Zy+eWX+7rSYniWVXxVv2orXUOrjj711FNxkZLpl0j4Okujsxp1iK+WsgifYnVoZI91eKio7t3Kr2oTS99XHwgXRlQfQdtUv+EvR8uma4px7v5R7FMMrGU1m0CUvbfffnvfGGeffXZcpEPxZlMjR46MiyASflTXP1uceeaZ/ho77rij6UnM0TeR8MO6btBGm2yowBPvCa4n0SzfGFTnqnt3PbWJRR79oZkoxrj6sm4apVjnrqEYmOX+KbeaTSCjRo3ylaitLi2vL04++WR/DY1gQcc0qzZ8Z27ZlEptFe4+N3r06LhIKhqdFe9mp2VPLH2i1ijghE+teurUL5GsAwdU5+6aqjtLXant3TXUJ7LMuG4m4dp6ikFpqa3CrasVC2tVTSYQLaqXtQLjGdLNPN8jraFDh/q61wdTy/a44W55Wihxzpw5cZFU9FEynGzorluvq/iqP8aLeOrjq2UET0x1rbpx17VMPFSbhwMr1CdQmnjFDMuM//gBulYXGq3JBBL+hNtuu+1MP+EOPPBAfw3LGk3NTMM8wyGF2s8hrXihxHPPPTcukpquqWVPwu8iOjTD2rqsTaVpAp/6Y/zfoI+ulpE7bVFdu+uqDSy/ZtTm7hrqC5ahv80sXHNMsSgtxTzFPncNyyv8Sqi5BJLHRyRt1ek+Hmo4XJYPkc0qHFKoGeKW9/GTJ0/2gyD0HcPyUb4t+jgcJicdCsga7lurvzQ1kurUU08tGpKuQ+/J9bHV8pDUFtWx+2akulcbpKW2DlcFsAydb3aKOa6tFYssWz/nMYio3GougfTq1ct3XOswtuOOO85fQzctbMI91ocPHx6fLslhhx3mr3HQQQfFp830VK39RMKlyd2hbUIfeOCB3IJyFtpnXENpw6G5OvRqQ+/HLR9Z26M6dn+H6t5Cbe2uoT4AG8UeV4+KSRbhNAbFxlpTUwnkoYce8pWl7G35aPfBBx/4XzC6ad955524CEqk9/GuPdZZZx3Trml68g6HgWpDpDzpSU+BON6KWMfaa69dGH1kWSE4izfeeCO54IILimZuu0NPo3ql8fLLL8d/LDPVrft7VOeW+SNqY7W1u04e32SalWKPe3BQTFJsSksxMPzVqhhZS2omgeQ1lf/CCy/018gykQ0Lha+KrB+sFUzdNTSXw7IUTUc0U1sbLIWbjYWHZnMPGDCgsFCddVb3omhWtoYbn3LKKUV9ODwUQPQU+uqrr8Z/PBeqU9Wt+/tU5xZqY3cNtT2yCSdyKjZZ5LGUU7nUTAKJFxOzvHOXcK90vT5ANmPGjPH1qVdDFmrLdddd11/HOsu9FLNmzSpMdou/kcSH1oTS656zzjqrMJRW75v1/WBR32ncOZXTbHF91Ozdu3fygx/8oNW1w0O/QhQ4LE+faYSzxVXX1vtHbeyuo7ZHNopBrj4VmyzUlnksJlsONZFA8lrOWGv0Z20sFNNwTrcirN7bW0cK3Xrrrb5trBOs0po2bVpy3nnnJRtssIH/uytx6NXZoEGDKrbPTDxhVnVtobZ1Q9/V5pbh22gtfKi19ok8trMoh5pIIOGEvywbquimddex/lxEa9qDwtVrlvkA4byHSg9ueOuttwq/NPRKIfw1lMehOReHH354ct1115lG22QVfqzNMmE2nP9j3XcErYWv1RWjrMIN9SwTFMuh6glE4/fdh6asE/705KfraOhbo66ZVA2PPPKI77hZ3otrfws3vFptrl8I1aLvIE888URhkp1eY+nDdo8ePZJdd9218LpAh/qT+2f97zqvcvowr6G3GiL70UcfxZeuKNWhu39Ut6pjq/C1n9oc+VAscsNx1aeswgmKavNamPtU9QSS16byevJz19HHRORHw2HdygAKUlnm1WgJEtdO1m8qaBF+s1DdWqlNXXJXW9fCEOhGEg5wyPIrVTHSXUexs9qqmkDuuusuXxkrrrhiptExen3grqXRMMhXOB593Lhx8emS6Yk93GVP+33DRnXn6lF1muXXkNrUXcs6/wqLppjk6lexykoxUrHSXUsxtJqqlkC0fr72OnAVMWzYsLhIKnoH7a41YcKE+DQyCte26t+/f3w6lXCZDH1gtMwvaXaqs/DjrGW5mZDa1F3LsnYW2qeY5OpXsSoLxUp3LcXQau5vVLUEkncQcYvH6We41htCvjSENWyvLPJ+eGhGeQeRMBktaigz7BST3CtCxaos8n54yKIqCWTGjBm5vsbQ9dy1NL4f5eHGouuDoOZbZJHn68tmk/drDLWl+8irNkZ5KDa5NlPMyiJ+fZn1elZVSSB5f0jVfhHueprchfLYb7/9fD3nMUkzrwEUzSbvD6nhZDe1McpDscnVs2JWVnkNoMii4gmkHEM5w/fzWs4C5RHOs7n55pvj06nlOYS7WZRjKKfa0rVrlnkKaJ9ik6vnPL4z5TmE26riCUTj6V0l5jWZTOP43TW1zATKIxzpphneeQgnke62227xaURUR66+8ppMprZ018wyQgjtU2xy9ayYlYdwEqlia6VVNIGUazmLcAlrTQ5DeTz66KO+nrX3Rh60JMOqq67qr2tdxqYZhMtZqM7yWs5CbemuqzZGeSg2uXrOa2uDvJaxsapYAtG6OuVaUE870rnr1uKmK41CM2pdPWt72bzktZBmIyvngnrhVsGs4FA+ik2unhWz8hIvpFnJNcwqlkDKuaR3uPVjlslUaJ8W23P1vP3228enzeKl/LVtLYqpTlz95L2kt9rSXdu6WCY6ptjk6lkxKy95LeVvUZEEooXs3CZPOvLeVGiTTTbx1+bptXzmzJnj63nTTTeNT2cSbiamD4Na2G/UqFEcCw7VRbijYd6bCqkt3bXVxigPxSZXz4pZeQo3E1OsVcythIokkM0228z/x/Xs2TM+nZlbRFGjU1BebgRQlkXhFiUcJszR9lGOYbbcP5VTzvtHsdX1E8XcSqhIAnGzxHUcf/zx8enM3F4iyy23XHwKOVMdq65V53kLd2/jaPsoxy6b3D+VU877R7HV9ZOss91LVZEEcu+99/qZrksuuWTuH+p4gqqccj1BaatX95pGfeWoo44qvMvluKBQF+7+UR3lvS0u90/llOv+UUxVbHX3j2JuJVQkgUjfvn19dtx///3j05nwDaQyyvkNJJxVy2ZGrYWbeuWxekOIbyCVUc5vIIqp7tqKtZVSsQSiPaGXX355/x953333xUXMGIVVGeEorB122CE+bVYr6/rUsrzXjwupLd11GYVVPuUahaVY6q6rGKtYWykVSyDym9/8xv+H6qln/vz5cRET5oFURjnmgcQri1566aVxEfyb6sbVUx4rWDvMA6mMcswDUQwNf0EqxlZSRRPIV199lXTr1s3/x15xxRVxEZNwJrq2GUV5hFvbHnLIIfFpk8suu8xf8z/+4z8yL0veyFQ3qiNXX6q7PKgt3TXZyrZ8FJtcPec1E10x1F1TsVUxtpIqmkAk3Fhl5ZVXzrQ9qnP22Wf7a44cOTI+jZyMGDHC1/P5558fn05Ny5KvtNJK/pp33nlnXAQR1ZGrL9VdHsvgqy3dNdXGKA/FJlfPillZKXYqhrprVmMjvYonEAl/Mmfd3U7ChvnFL34Rn0ZOTjvtNF/PY8aMiU+nFi5L/qMf/Sg+jUVQXbl6y2MZfLWlu57aGOWh2OTqOY8H3XAXybxeKadVlQTy0ksvJYsvvnjhP1zD2v7617/GRVIpx09DtBaOlJoyZUp8OpUXX3zRD2lUX8hjWfJmoboK7x/VZRZqS9eueY/wQos8X7UrZob3j2JqNVQlgciJJ57oKzPrB6VwdEPew0vRYp111inUscaZf/755/HpVHbffXffZieddFJ8Gh1Qnbn6U11mobZ080zUxiiP8GN31tGi4cAhxdJqqVoC0R7BnTt39pUwfvz4uEgqbqVf3QhZGwet/e1vf/NtlXWZhHHjxvlraUbuzJkz4yLogOrMzSDXoTrNIlxuSG2NfCkmuSStWJWFYqVrK8VQxdJqqVoCkSuvvNJXxAYbbJBpBEG4DAZ7SuQvXDI6yy+GuXPnlm1Z8mYTL4OvurUKf9HkudUCFgr3csmyHI1ipGKlu5ZiaDVVNYFoDHP45PPrX/86LlKy8EP6gAED4tPIKNx06I477ohPl+ziiy/219liiy1yXZa82ajuVIeuPlW3VmpTd528NgtDC8UkV79ZPqArRrrrKHbmNZfOqqoJRCZNmuQrRAuNTZ8+PS5SknCSTt7LBDQ7BSq3a6A+3Fl3knz//feTZZdd1rfTgw8+GBdBSqpDV5+qW9WxhdrUfZRVW5PY8xUut2Sd7KzY6BZj1KHYWW1VTyASLkOc5eddOElx6tSp8WkY3XPPPb5ed9555/h0yY488kh/nQMOOCA+DSPVpatX1bGV2tZdR22OfCgWuXpVjLIKX9OXY1sMi5pIIPpo51aSXGyxxZKnn346LlKSc88911fwGWecEZ+GUfj66pprrolPl+TJJ5/0HxG14Y31KQytqS7dhm2qY9W1hdrWtTOvsfKjWOTqVTHKQjFRsVHXUKyslYEONZFAJKzkHXfcMfn222/jIh2aNm2av4aWS/7mm2/iIkjpk08+SZZaaqlCner/6v9PS20ZbpuaxyxcFAtXY1BdW+6fPNoaxRSD3HL5OhSj0lJbKia6a9TSw3HNJJBZs2Yla6yxhq+km2++OS5Skm222cZfg3fs2V111VW+Pq1PpdqW1V2jS5cuyezZs+MiyEh1qrp19aw6twh/bartkU34jUqxyUKx0F1DMVKxslbUTAKRG2+80VeUdtSy7E0QLi7GrNpstNpr165dfX1a3otrktr3v/99f42bbropLoKcqG5dPavOLZM9w+9davu8VvxtVuHqDZbFYxUDwx1dFSNrSU0lEP3cC39BWN4XKju7Bfr0Pvj555+Pi6BEYULfcsstTa9FwvV/tAeC5Roojeo23BvHsi6crqG2rtWAVU8Ue9x3P8Ukyy+H8LuuYmOtvZavqQQijz/+uK90vYd9++234yIdOuecc3ylW1+7NDuNLw9HtVkmZ8Yfd5944om4CHKmOnb3z3LLrbbg/nk3LtKhcNKb+kC15xrUq/B1oGJSWop97puU2lSxsdbUXAKRQw891Fd8796949Md0rIByyyzTOHPa2w7C/Wld8MNN/g20IQly5NPr169/DWOOOKI+DTK5Kij+ibLLrt+ssoqOyXHHvu/8ekOqa3DCb7qC0hHMcfNq1EssiyvpNjn2kAxsRbVZAJ59913fQLQ8fDDD8dFOhQuzbDnnnvGp9EO7TPgJg7quOWWW+IiHXrooYf8n9cEt/feey8ugjKZPn3Ggl8OvZOuXY9bkAjOT555Jv3kQrW5az/1hTz27Wkmijmu/ixL/yjmuT+vWKiYWItqMoHIBRdc4Ctwq622Sv0ErI12wsUaLUGwWfXt29fX26677pr6u4VmMYfv0S+66KK4CMrs6qsfTP7zPy9PttlmRHLIIeMW3D/p2lBtrrZ3bag+gdKEyVcxKO2mX4p1innuGoqFtapmE8gXX3zhV9jVYVngLZwYpZEMllEpzUZPPu4duiYsWV7/hfW+3nrrJV9++WVcBGX21Vfzk/33H1tIIDrGjUvfjmp7N8FXfcLyJqDZKMaEo6YsE2/DhUsVAxULa1XNJhAJM/lqq62Weg2meFTXscceGxdBQBPHwpVyLR/+dI3w9Zfl4zvy8cADb/oEstdev0tmzUq/2nU4IEV9g8mF7VOMcfVlGTWlGKdY565R629OajqBSPgz2rLdppYAcB+zdIwdOzYugmThK4v99tvP19OGG25o+uVw8skn+2vstttu8WlU2PHH3+WTyJAh6UfBqQ+oL7g2VR9J+0qzWSi2uHpSzLEsyRRuG63YV+tqPoE899xzfg2YJZZYwrQUgN7Bu0ZZfvnlk9dffz0u0vQGDx7s62jppZc2bZOqVx5qI11DbfbCCy/ERVBhr732cbLddtcVEsgOO1yfvPlm+l8Q6gvqE65/qK+gmGKKYourI8t3P8W28P5R7Kt1NZ9AJPxZaJldrp+R2nTeXUMfqFhOo8XEiROLfqVZJ4/9+Mc/9tc4/vjj49Ookl/96lH/K2TgwInx6ZKEk0rVV9RnsJBiSfjRW7Em7asrCWet18vr9rpIIDNmzEhWWGEFX7mWzvvhhx8ma665ZlEjz5s3Ly7WdB599NGip8tjjjkmLlKSP/3pT/4aK664YuqRJyifTz6Zm+y++00+iTz22DtxkZKob7g2Vp9R32l2iiHhw6lijGJNWopp7hqKdYp59aAuEohceumlvoI33nhj0xo9jz32mJ/ZqeOQQw4xPSk0Cv1EDhNz9+7dTdui6iYK35MPGzYsLoIqGzNmqk8gvXrduuD+Sd/v1TfUR8JAVw+vWcpFsUMxxNWHYotiTFqKZYpp7jqKdfWibhJIHKQuu+yyuEhJbr/99qLXNSeccEJTJhF9nwhHe2y99dbJZ599FhcryZAhQ/x1rMkd5TV//jfJgQf+wSeR0aNtG66pj6ivuPZWH2rGb12KGYodrh4UUxRbLBTL3HUU4+rpzUjdJBC56667fEVrcTLra5IRI0b46+jQmjX11GhZ3X///UUf/BT0rXWpJRrCXzF33313XAQ14vHH3/EJZLfdbkpmzkw/yk7UV8InZvUl9almoVgRrnOlQzHFQnXpFn/VoRhXT+oqgcg+++zjK1tPAFaXXHJJUQfQ0gPN8GFdS367kR469MSTZZmE4447zl/rJz/5SXwaNeakk+7xSeTii+3fMNRnwjcC6lPNsFS/YkS4TIkOxRKr8FeMYlu9qbsEoqGiiy++eKHC9bMxy89nPTWEr7M0kqJRh/jqtdLpp59e1PF32mmnTGsc5THEGpX19tufFobzKoFoeO+0afb2V99RHwr7lPpYo77CVGwIR1spdlh/eYhil4s/immWVR+qre4SiIQLJe6+++7x6VT03jL8sK6f44022VD7J2+77bZFN/oBBxxgmigYCj+onnrqqfFp1Khhw570v0KOO+7O+HQq6kPqS2HfUl+rlT2786KYEL72VcywfvNwFLvc9SwLLtaCukwgWk5hlVVW8ZWfdbkMjZwIt9PVoXHYjfBKa+TIkUUdX2sa6Skx68CBW2+91V/TsswMqmf27HnJ3nv/zieR++9/Iy6SivqS+pRbQ02H+pz6Xr1TDAjnoelQrLCMtgqFe64oltXrEjF1mUDk6quv9g2gNXosw09DGrsdjufWoUXRan0tmkXRz+PwF4KO1Vdf3bQtbUxPneFCl9dee21cBDXuttte8Qlkv/3GFhZfzEp9S30s7HPqg1leM1eT7v1wYUQdihGWeR4hxapwzTnFsnpVtwkkXjL84osvjoukpicpLUEQfhfRsccee9TN+8mPP/446devX6v/Bn2gy9rxnXipfbUF6ouWdz/ssNt8EhkxYkpcxER9LBzookN9UX1SfbMe6F7XPR//Nyg2ZP3lLopV7rqKYfV8/9RtApEHH3zQN4Q2LXr//fQb57TlqaeeSsJVfF0H0tC9Wn2a0qgYfYdQPYT/3nq9dP311+e2AF4em32hNkyZMt0nkF12uTGZMSOf7Q7U19TnwnlG7h5VH80y6q+cdG/rHo8fvhQLFBPyoBgV3qOKYfWsrhOIhB/w8tw2VU8aWst/5ZVXLupMOrRmzQMPPJBbUM7i2WefTfr06VM0NFeHRnVoZdy8v00cdthh/u846KCD4tOoM2ecMcknkXPOeSg+nYn6nvqgGzXpDvVV9Vn13WrTPax7OVyHyh269xUD8vjV4ShGuesrdtW7uk8gb775ZtKpU6dCg+gj3pNPPhkXyURDFXUThOtFuWPttddOzjzzzGTqVNusXqs33nij8Bppo402avXvpGG1Bx54YPLyyy/HfyyzyZMn+w+lGoXy1ltvxUVQZ6ZPn53stNMNhQSy7bYjkhdfzOc1Z0h9UX3SDfkOD/Vh9WX16UrSPat7V/dw/O+ke133fJYh7m1RbHL3j2KWYle9q/sEImeffbZv/O23374svww0Y1Sb64SzRsNDM3MHDBhQGF1hndW9KBqhoSGDp5xyStF3n/BQh9SkvldffTX+47mIN+eybDaF2nT11c/4XyFHHjm+8H2kHNQ31UfdA198qG+rj6uv5z0qSfek7k3do+Es+vDQva1+nff9K4pJik3u71LMagQNkUA01K5Lly6+cUaNGhUXyc2sWbOSyy/XXtPF30jiY/PNNy+84jnrrLMKwxn19PH2228Xjra4cyqnGb3qYL17905+8IMftLp2eOgJ7sILL0w++OCD+JK5CpfzZnvgxvLFF18n++47xieRO+8sz0OIo76qPtvWL+jwUN/XPaB7QfdEmntI95zuPd2Duhfja4eH7mXd07q3y0Uxyf19ilWNMEVAGiKBSNxAlQhwmnl93nnnJRtssEGrTlnOQz+7Bw0alEyZks/ImY6os4dL4Y8ePTougjo3ceLrPoH071+59czUh9WX23qVVM5D96zu3UqsnqBYVKkH3EprmASin4jbbbedb6RK/0TU9wA99ejjYDhHIo9DT/yHH354ct111yWvvfZa/FeXnd4Vu3+XHXbYoSyvCFFdatIzz3yg8D2k3L9AFkV9W31cfT2ef5H10D2pe1P3aKW/3YWv2BWjGun+aZgEIrX0kUrvUZ944onCqx/9lNZHxB49ehT2OdYkIh166nL/rP9d51VOAVvDIPXRWqvdVpOWpHDvrPURNK/hjEBH1Pd1D+he0D2R5h7SPad7T/dgOb5plKrcg3yqraESiITD5Hr16hWfRko9e/b09XnUUUfFpwG0QzHI3T95TjOoFQ2XQN57772iiToPPZTv2PZmMmnSJF+Pyy23XDJ9+vS4CIBFUOxx949ikmJTo2m4BCKNtFRAtcyfP79o9MrgwYPjIgAWoRxLLdWihkwgWuyvURYrq5bhw4f7+uvatWvmxSpRX9yILDfB8NVX259UF5ZH68Ves26dUKsaMoFIoyyXXA0zZ85MOnfu7Otv/PjxcRE0uDAh6BgwYGJcpAgJpEXe203UsoZNIBJu2KKlCVCaE0880debRrWg+cQJRMfTTy96sVISSAvFGnf/ZN3wrtY1dAIJt4zUAm71siR7Nb300ktFWwZXep0v1IY4eejQMieLmsJAAllIMcYtbJp1y+160NAJROp90/pK23vvvX19aQ8HNKcwIey8843+nxe1eyEJZKFwLxTFnkbX8AlEk4hWXHFF36h33XVXXAT/dscdd/h60lLWea9GivoRJoQrrviL/+cDDrglmT+/9fLmJJCkEFvc/aOYU80JjJXS8AlEhg0b5ht2ww03TObNmxcXaXqqk27duvl6uuKKK+IiaCJhQvjss7nJbrvd5P//P/yh9VYBzZ5AdP8otrj7RzGnGTRFAvn666+LlnAeMmRIXKTpXXLJJb5+Nt1000KdoXnFCeG6657z//+PfjQ6+fLL4j3U4/LNRjHF3T+KNc1y/zRFApGJEyf6BtaWrNpzQNuxcjycjBs3rrBBlKufe++9N64+NJk4IWjJ9733/p3/35RQ2isf0zwSbaFbieOpp15LJk9+Pnnkkcdb9fVyHIol4TbPijXNomkSiPzkJz/xjczR9vHjH/84rjY0obYSwtixf/X/W/fuI5NPPmmZXNpWeWfChGlF58t5bL31tUm3bv2TVVfdJVliiRVa9e9yH4oxzaSpEshzzz3XqsE5io9jjz02rjY0oTAoO/Pm/Sv5r/8a6//3IUOeaLe8E+54WO6j2glEMaaZNFUCEa3ppJ3OfvaznyV9+/blWHDsueee/gZgr3NIGJRD4a+JHXe8vrCnenvlZc6ceYUkcsEFD5f9+J//+XNy5pm/SwYOHLzgYah/q75ejkOxRDGlGdeLa7oEgrZpEx+XRLSfAprbohKC9kvv1etWf+7ccx9qtzwaGwkEBfEy+H/+85/jImgi7SUETSZ057TQ4muvfdxueTQuEgi8iy66yCcQ/SRnGfzm1V5C0HImhx8+3p8fOHBiu+XRuEgg8LTk9HrrreeTyDXXXBMXQZPoKCFMnvxOUZmOyqMxkUBQ5A9/+INPIKuuuirL4DepUhLCscfe2Sp5tFcejYcEglZ22203n0ROOeWU+DSaQCkJ4YUXPmyVPNorj8ZDAkErzz//fLLYYosVEoiWpv6///u/uAgaXKkJ4aST7iGBNDESCNp0/PHH+18hzE5vPqUmBI3A0kisUsujsZBA0KaPPvqoaBn8P/3pT3ERAE2OBIJFGjp0qE8gG220EcvgAyhCAsEiaUlqJQ6XRJRQAMAhgaBdd999t08geqWlV1sAICQQdChcBv+4446LTwNoUiQQdGjatGmF4bxKIBreq2G+AEACQUk0odD9CunevXt8GkATIoGgJJ9++mlhaROXRG699da4CIAmQwJBya699lqfQLToohZfBNC8SCAomZZ31zLvLolceOGFcREATYQEglS00ZSSR+cFx97LLpt88u67cREATYIEgtR+fuCByRELEsjgBcezhx0WnwbQJEggSO2Tt95KbllqqeT5BQnkq+9+V7sLxUUANAESCEy+POecBb3nOwuPbbdNkm++iYsAaHAkENh8/nmSfP/7LUlk5Mi4BIAGRwKB3e9+15JA1lwzSWbPjksAaGAkENh9+22S7LBDSxI588y4BIAGRgJBNk89lST6kK4E0qlTkrzxRlwCQIMigSC7o45q+RXy3/8dnwXQoEggyG769CRZbrmWJPLAA3EJAA2IBIJ8DB7ckkC22CJJ5s+PSwBoMCQQ5GPu3CTp2rUliQwfHpcA0GBIIMjPbbe1JJDOnZNk5sy4BIAGQgJBvnr0aEkiAwfGZwE0EBII8jV1apJ873sLE8jiiyfJyy/HJQA0CBII8tevX8uvkL33js8CaBAkEOTvn/9MkpVWakkid9wRlwDQAEggKI/LL29JIN26Jcm8eXEJAHWOBILy+PrrJNlkk5Yk8r//G5cAUOdIICife+9tSSDLL58kH34YlwBQx0ggKK/99mtJIkcfHZ8FUMdIICivV19NkiWXXJhAFlssSZ59Ni4BoE6RQFB+gwa1/ArZZZeF+4gAqHskEJTfZ58lyeqrtySRKVPiEgDqEAkElTF27MJXWNr69uOP47MA6hAJBJXz0UdJMmdO/L8CqFMkEACACQkEAGBCAgEAmJBAAAAmJBBUn/ZPHzMmSQ4+OEk22CBJll124aF//tnPkmT06IVra3XEDRPWUYq05QEU4c5BdT32WJJsvHFxMG/r2GijhWXbkzYhpC0PoAh3Dqrn9tuTpFOnhQFcc0ROOCFJ/vKXJJk1K0lmz06SZ55JkgEDFp5TGZWdMCG+Sou0CSFteQBFuHNQHdOmJckyy7QkBq3cuygPPJAkSy21sKxebWl9rbakTQhpywMowp2D6th995bgfdVV8dnWrr22pXyPHvHZhdImhLTlARThzkHlaUVeF7j1beObb+ISralM+K2krVV90yaEtOUBFOHOQeWddVZL4P7Vr+Kzi6ay7s+dfXZ8Nn1CSFseQBHuHFSelnR3gfuRR+Kzi6ay7s917x6fTZ8Q0pYHUIQ7B5X3/e+3BG4tsFiqGTNa/txaa8VnixNC2gNAatw5qDw3okrHV1/FZxdNZd2fW3rp+GzrpJDmAJAadw4qrxIJpBRpywMowp2DyuvSpSVwl+sVVinSlgdQhDsHlZfHR/Rdd43Ppk8IacsDKMKdg8qzDuMdPLjlzzGMF6g67hxU3tNPtwRuTQ4sZSLht98mySabtPw5JhICVcedg+rQKygXvLVMSUdGjGgpr2VQ2pI2IaQtD6AIdw6q45VXFo6kUvDWqKxJk+ISLf7855ayWoBRCzG2JW1CSFseQBHuHFTPuHFJsuSSCwO4lmzv12/h6y0t5f755wtfUw0cmCTf+97CMlq1V0vAL0rahJC2PIAi3DmoLo2s2nDD4mDe1qEyjz4a/+liaRNC2vIAinDnoPq0Xa22re3dO0m6dl34mkrH+usnyUEHsaUtUKO4cwAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmJBAAAAmJBAAgAkJBABgQgIBAJiQQAAAJiQQAIAJCQQAYEICAQCYkEAAACYkEACACQkEAGBCAgEAmPw/Gi7z/C6JQLQAAAAASUVORK5CYII=)
PN: 4H56-1-261
CAS: 33155-90-7
Molecule Weight: 195.221
Formula: C13H9NO
PN: 4H07-5-2E
CAS: 1418117-82-4
Molecule Weight: 195.65
Formula: C10H10ClNO
Melting Point: 239-244 ℃
TSCA: Not listed on TSCA inventory
EINECS: 209-457-2
